COMPONENTS OF SYMMETRIC WIDE-MATRIX VARIETIES 1. The main result and background 1.1. Main result. For a nonnegative integer n we
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Errata - Polynomials and tensors of bounded strength Arthur Bik, Jan Draisma and Rob H. Eggermont • On the last line of subsec
Bounded-rank tensors and group-based models
TOPOLOGICAL NOETHERIANITY FOR ALGEBRAIC REPRESENTATIONS OF INFINITE RANK CLASSICAL GROUPS 1. Introduction 1.1. Background. In re
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FINITENESS PROPERTIES OF MATRIX TUPLES We look at spaces of infinite-by-infinite matrices, and consider closed subsets that are
Polynomial functors and strength Rob Eggermont Eindhoven University of Technology, The Netherlands A recent result by Draisma sh
Components of symmetric wide-matrix varieties
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Noetherianity for infinite-dimensional toric varieties
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PDF) Image closure of symmetric wide-matrix varieties
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Topological noetherianity for cubic polynomials
Rob Eggermont ontvangt Jong Talent Aanmoedigingsprijs - Universiteit Leiden
Non-Linear Algebra People*** Arthur Bik is a PhD student at the University of Bern under the supervision of Jan Draisma. Starting in August, he will be a researcher in the Nonlinear Algebra
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Workshop “Combinatorial Categories in Algebra and Topology”
Toric ideals finitely generated up to symmetry
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Ephrem Eggermont is Alumnus Geneeskunde van het Jaar - Nieuws
Thomas Stieltjes Institute for Mathematics - Young Talent Encouragement Award 2006
